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Curvature Tensors of Quaternionic Kähler Structures on the Tangent Bundle of a Complex Space Form
Manabu Tahara KYUNGPOOK UNIVERSITY 2001 Kyungpook mathematical journal Vol.41 No.2
We calculate the curvature tensors of the quaternionic Kähler structures, given in [10], on the tangent bundle of a complex space form of real dimension 2n(n > 2). It is shown that all of their Ricci tensors are flat.